UPDATE: This puzzle is broken. The Polyominoes is unsolvable. I'll get it fixed soon. Sorry for wasting anyone's time, and thanks to
cyrebjr for letting me know.
Solve the four puzzles according to the regular rules for each. Also, the digit 4 appears in the same place inside each grid, (e.g., if there is a 4 in the top right corner of one puzzle,
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Unfortunately, I'm having trouble with the Polyominoes part of this puzzle. I think it might be inconsistent. To be sure, are the fours that the puzzles share located in squares @%#^!$ of each respective row?
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You're right, the Polyominoes is inconsistent, in that it doesn't require that each row or column contain distinct numbers. However in this Polyominoes, you can be sure that there is only one four in each row and each column, because of the constraints of the other three puzzles.
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